We exhibit an isomorphism between the fusion algebra of the quantum double of an extraspecial p-group, where p is an odd prime, and the fusion algebra of a twisted quantum double of an elementary abelian group of the same order
AbstractWe exhibit an isomorphism between the fusion algebra of the quantum double of an extraspecia...
Given a pair of finite groups F,G and a normalized 3-cocycle ω of G, where F acts on G as automorphi...
We establish braided tensor equivalences among module categories over the twisted quantum double of ...
AbstractWe exhibit an isomorphism between the fusion algebra of the quantum double of an extraspecia...
Let Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N, there ...
AbstractLet Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N...
Let Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N, there ...
AbstractLet Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N...
We investigate the representation theory and fusion rules of a class of cocentral abelian (quasi-)Ho...
We investigate the representation theory and fusion rules of a class of cocentral abelian (quasi-)Ho...
AbstractWe establish braided tensor equivalences among module categories over the twisted quantum do...
We establish braided tensor equivalences among module categories over the twisted quantum double of ...
We consider a class of quasiHopf algebras which we call generalized twisted quantum doubles. They ar...
twisted quantum double Dω(G), where G is a finite group and ω is a 3-cocycle on G. In view of the fa...
Abstract. We investigate the braid group representations arising from cate-gories of representations...
AbstractWe exhibit an isomorphism between the fusion algebra of the quantum double of an extraspecia...
Given a pair of finite groups F,G and a normalized 3-cocycle ω of G, where F acts on G as automorphi...
We establish braided tensor equivalences among module categories over the twisted quantum double of ...
AbstractWe exhibit an isomorphism between the fusion algebra of the quantum double of an extraspecia...
Let Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N, there ...
AbstractLet Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N...
Let Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N, there ...
AbstractLet Dω(G) be the twisted quantum double of a finite group, G, where ω∈Z3(G,C∗). For each n∈N...
We investigate the representation theory and fusion rules of a class of cocentral abelian (quasi-)Ho...
We investigate the representation theory and fusion rules of a class of cocentral abelian (quasi-)Ho...
AbstractWe establish braided tensor equivalences among module categories over the twisted quantum do...
We establish braided tensor equivalences among module categories over the twisted quantum double of ...
We consider a class of quasiHopf algebras which we call generalized twisted quantum doubles. They ar...
twisted quantum double Dω(G), where G is a finite group and ω is a 3-cocycle on G. In view of the fa...
Abstract. We investigate the braid group representations arising from cate-gories of representations...
AbstractWe exhibit an isomorphism between the fusion algebra of the quantum double of an extraspecia...
Given a pair of finite groups F,G and a normalized 3-cocycle ω of G, where F acts on G as automorphi...
We establish braided tensor equivalences among module categories over the twisted quantum double of ...
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